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    Polynomial Equations over Matices.

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    File(s)
    Hellenbrand2Spr09.pdf (365.7Kb)
    Date
    2009-04
    Author
    Hellenbrand, Kaitlyn
    Advisor(s)
    Duffy, Colleen M.
    Metadata
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    Abstract
    If we are given an n-th degree polynomial over the complex numbers, we know that it has exactly n solutions. However, this is not true for an n-th degree polynomial over matrices. The difference in the two cases is that multiplication of matices is not commutative (AB does not equal BA) and not all matrices are invertible. The question then becomes: how many solutions can exist?
    Subject
    Matrices
    Polynomials
    Posters
    Permanent Link
    http://digital.library.wisc.edu/1793/36588
    Description
    Color poster with text and equations.
    Part of
    • Student Research Day

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